Implementation of chaotic secure communication systems based on OPA circuits. (English) Zbl 1068.94532
Summary: We propose a novel three-order autonomous circuit to construct a chaotic circuit with double scroll characteristic. The design idea is to use RLC elements and a nonlinear resistor. One of the salient features of the chaotic circuit is that the circuit has two flexible breakpoints of a nonlinear element, and the advantage of the flexible breakpoint is that it increases the complexity of the dynamical performance. Here, if we take a large and suitable breakpoint value, then the chaotic state can masking a large input signal in the circuit. Furthermore, we propose a secure communication hyperchaotic system based on the proposed chaotic circuits, where the chaotic communication system consists of a chaotic transmitter and a chaotic receiver. To achieve the synchronization between the transmitter and the receiver, we use a suitable Lyapunov function and the Lyapunov theorem to design the feedback control gain. Thus, the transmitting message masked by the chaotic state in the transmitter can be guaranteed to be perfectly recovered in the receiver. To achieve the system performance, some basic components containing OPA, resistor and capacitor elements are used to implement the proposed communication scheme. From the viewpoints of circuit implementation, this proposed chaotic circuit is superior to the Chua chaotic circuits. Finally, the test results, containing simulation and the circuit measurement, are shown to demonstrate that the proposed method is correct and feasible.
|94C05||Analytic circuit theory|
|37D45||Strange attractors, chaotic dynamics|